Abstract
The maximum current that can be carried by a superconductor and the hysteretic losses have been traditionally related to critical current and critical current density.
Work supported by La Délégation Générale à la Recherche Scientifique et Technique (DGRST).
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Abbreviations
- A S :
-
superconducting cross-sectional area
- B :
-
magnetic induction
- B:
-
mean value of magnetic induction
- b :
-
specific value of magnetic induction
- b:
-
unit vector parallel to B
- E :
-
electrical field in the superconductor
- e ikl :
-
antisymmetrical unitary tensor
- E 0 :
-
critical parameter that depends on the properties of the composites and magnetic induction
- F ƒ :
-
force density for free effects
- F p :
-
pinning force density
- I :
-
current in the composite
- I 0 :
-
critical current
- J:
-
current density
- r :
-
radius of the surface, S
- R ƒ :
-
radius of filament location
- S :
-
cylindrical surface generated by magnetic field lines
- T :
-
the superconducting material/matrix cross-section ratio on curve μ
- α:
-
Kim’s law parameter
- Λ, λ:
-
critical parameters that depend on the properties of the composite and magnetic induction
- μ:
-
a curve, the intersection of surface S with planes perpendicular to the axis of the composite
- σ:
-
conductivity
- ϕ:
-
the angle between the filament and the axis of the composite
- ax :
-
axial
- c :
-
critical value
- i, k, l :
-
indices
- m :
-
measured
- 0:
-
initial or critical value
- tr:
-
transverse
- ye :
-
orthogonal
- θ:
-
azimuthal
References
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Février, A., Renard, J.C. (1978). Critical Current Density in Multifilamentary Composites. In: Timmerhaus, K.D., Reed, R.P., Clark, A.F. (eds) Advances in Cryogenic Engineering. Advances in Cryogenic Engineering, vol 24. Springer, Boston, MA. https://doi.org/10.1007/978-1-4613-9853-0_40
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DOI: https://doi.org/10.1007/978-1-4613-9853-0_40
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